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Doesn't matter. It's a red herring because the question itself was a rate of change over time, for which the answer is given in a 1.0% range. Irregardless of
by bduerst 10y ago
Doesn't matter.
It's a red herring because the question itself was a rate of change over time, for which the answer is given in a 1.0% range. Irregardless of whether you focus on U-5 (the reported statistic) or U-6 (the denier's statistic), it's still only about a -0.2% and +0.1% change, respectively.
Even if you did the math on U-5, you would still get the answer right for every of the 6 numbers.
- sharemywin 10y agothe denier's statistic is closer to use U-5 for a starting point then switch to U-6 as an end point.
- bduerst 10y agoWherein lay the bias that they're trying to capture. Of course, for this question even that nuance isn't caught.
- sharemywin 10y agosorry missed the rate of change over time.